Encoding using (n-k) bit Shift Register - Binary Cyclic Codes - Part 3 | Error Control Coding

Encoding using (n-k) bit Shift Register - Binary Cyclic Codes - Part 3
Design of the encoding circuit for a (n,k) cyclic code.
Design of the encoding circuit for a (7,4) cyclic code as an example.
#BinaryCyclicCodes #HuffmanCoding
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Shannon Fano Encoding Algorithm - Part 1: • Shannon Fano Encoding ...
Shannon Fano Encoding Algorithm (Trinary) - Part 2: • Shannon Fano Encoding ...
Linear Block Codes - Part 1 ( Generation of Codes - Generator Matrix)
• Linear Block Codes - ...
Parity Check Matrix, Syndrome and Error Correction - Linear Block Codes - Part 2
• Parity Check Matrix, S...
Hamming Weight, Hamming Distance, Minimum distance - Linear Block Codes - Part 3
• Hamming Weight, Hammin...
Single Error Correcting Hamming Codes : Linear Block Codes - Part 4
• Single Error Correctin...
Binary Cyclic Codes - Part 1 : • Binary Cyclic Codes - ...
Generator and Parity Check matrix of a Cyclic Code [Binary Cyclic Codes - Part 2]
• Generator and Parity C...
Encoding using (n-k) bit Shift Register - Binary Cyclic Codes - Part 3
• Encoding using (n-k) b...
Syndrome Calculation Circuit - Binary Cyclic Codes - Part 4
• Syndrome Calculation C...
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Information Theory and coding,Huffman Coding,
Error Control Coding, Shannon Fano Encoding Algorithm, Engineering,
Binary Cyclic Code, Linear Block Code, Markov Source,
Shannon Fano Coding, Generator Matrix, Parity check matrix,
Parity bit, Syndrome Calculation , Hamming weight,Hamming Distance, Minimum distance,

[@lecturesbyshreedarshank8977]

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[@familycohen4758]

Thank you for the explanation. It was very helpful.

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